{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Delay Line\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Figure 4.2, the frequency response of a delay line canceller is given by (Equation 11.5)\n",
    "\n",
    "\\begin{equation}\n",
    "    \\left| H(f)\\right|^2 = 4\\,\\sin^2\\left( \\pi f \\right),\n",
    "\\end{equation}\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the normalized frequency space using the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "frequency = linspace(0, 4, 1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the frequency response for a single delay line canceller using the `delay_line` routine from `countermeasures`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ecm.countermeasures import delay_line \n",
    "\n",
    "response = delay_line(frequency) / 4.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `matplotlib` routines to display the frequency response of the single delay line canceller"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from matplotlib import pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `log10` and `finfo` routines for plotting the frequency response in deciBels"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import log10, finfo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(frequency, 10 * log10(response + finfo(float).eps), '')\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Delay Line Response', size=14)\n",
    "\n",
    "plt.xlabel('Normalized Frequency (f / PRF)', size=12)\n",
    "\n",
    "plt.ylabel('Amplitude (dB)', size=12)\n",
    "\n",
    "\n",
    "# Set the y-axis lim\n",
    "\n",
    "plt.ylim([-30, 1])\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the pulse repetition stagger for a stagger type delay line canceller\n",
    "     "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "prf_stagger = 5.0/4.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "        \n",
    "Calculate the reponse for each PRF separately and then combine to get the final result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "response_prf1 = delay_line(frequency) / 4.0\n",
    "\n",
    "response_prf2 = delay_line(prf_stagger * frequency) / 4.0\n",
    "\n",
    "response = 0.5 * (response_prf1 + response_prf2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(frequency, 10 * log10(response_prf1 + finfo(float).eps), '', label='PRF 1')\n",
    "\n",
    "plt.plot(frequency, 10 * log10(response_prf2 + finfo(float).eps), '--', label='PRF 2')\n",
    "\n",
    "plt.plot(frequency, 10 * log10(response + finfo(float).eps), ':', label='PRF Staggered')\n",
    "\n",
    "\n",
    "# Place the legend\n",
    "\n",
    "plt.legend(loc='lower left', prop={'size': 10})\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Delay Line Response', size=14)\n",
    "\n",
    "plt.xlabel('Normalized Frequency (f / PRF)', size=12)\n",
    "\n",
    "plt.ylabel('Amplitude (dB)', size=12)\n",
    "\n",
    "\n",
    "# Set the y-axis lim\n",
    "\n",
    "plt.ylim([-30, 1])\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
